7 × (-3) ×(-2)2 =
7 × -3 × -4 = (you have to eliminate all parenthesis in the equation.)
7 × -12 = -84
so your answer would be: C
Answer:
20 seconds i think
Step-by-step explanation:
B.) Picture 2
C.) Picture 3
D.) Picture 4
The graph that represents the number of weekdays and weekends that Elvia can shadow to meet her requirements is A. Picture 1
To graph this inequality, we would typically draw the line representing the equation 2x + 6y = 48 and then shade the region that satisfies the inequality .
Since Elvia is required to complete "at least" 48 hours, the line on the graph will be solid, not dotted, to indicate that the hours represented by the line are included in the solutions that meet the requirements.
The point the graph would cross the x - axis is:
2 x + 6 ( 0 ) ≥ 48
x = 48 / 2
x = 24
The point the graph would cross the y - axis is:
2 ( 0 ) + 6 y ≥ 48
y = 48 / 6
y = 8
The correct graph is therefore Picture 1 which has the line as solid and the intercepts as x = 24 and y = 8 .
Find out more on graphs at brainly.com/question/33161009
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The Answer is A.)
A picture of my answer
To draw four connecting line segments, you need five endpoints. This is because each line segment starts at one point and ends at another, with the end of one segment serving as the start of the next.
In mathematics, a line segment is a piece of a line that has two endpoints. Therefore, to draw one line segment, you need just two endpoints. But drawing four line segments interchangeably (from one endpoint to another) requires five endpoints. Here's why:
So, you need a total of five endpoints to draw four line segments that connect with each other sequentially.
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Answer: The required number of gallons to travel 550 miles is 25.
Step-by-step explanation: Given that a van travels 220 miles on 10 gallons of gas.
We are to find the number of gallons that the van needs to travel 550 miles.
We will be using the UNITARY method to solve the given problem.
We have
Number of gallons required to travel 220 miles = 10.
So, number of gallons required to travel 1 mile
Therefore, the number of gallons required to travel 550 gallons will be
Thus, the required number of gallons to travel 550 miles is 25.